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1)  family of implication operator LλOλG
蕴涵算子族LλOλG
1.
At first,fuzzy systems under CRI method and their response ability are studied which are based on the family of implication operator LλOλG.
针对蕴涵算子族LλOλG,首先讨论了基于CRI算法的模糊系统及其响应性能,结果表明,蕴涵算子族LλOλG模糊系统只具有阶跃输出能力,不具有函数逼近泛性;其次揭示了蕴涵算子族LλOλG模糊系统的概率意义,给出了其概率分布,它有充当模糊系统"系统内核"的作用。
2)  family of implication operator
蕴涵算子族
1.
The new family T(q,p)-LGN of left-continuous t-norms and its residua family R(q,p)-LGN of implication operators,which include Lukasiewicz implication operator,Godel implication operator and R0 implication operator,are presented,and the method of fuzzy reasoning based on family of implication operators is proposed,and FMP model Triple Ⅰ sustaining method based on R(q,p)-LGN is given.
给出了一族新的左连续三角模族T(q,p)-LGN族及其伴随蕴涵算子族R(q,p)-LGN,它包括Lukasiewicz蕴涵算子、Gdel蕴涵算子及R0蕴涵算子;提出了基于蕴涵算子族的模糊推理的思想,并给出了基于蕴涵算子族R(q,p)-LGN的FMP模型的三Ⅰ支持算法。
3)  family of implication operators Rp-II
蕴涵算子族Rp-II
1.
Triple I Method and α-Triple I Method under the family of implication operators Rp-II are discussed,this can raise the credibility of reasoning result.
证明了系统IIP是基于连续三角模族Tp-II及其伴随蕴涵算子族Rp-II的逻辑系统,并证明了系统IIP与系统II是等价的。
4)  family of implication operator Lλ0λG
蕴涵算子族Lλ0λG
1.
Reverse α-triple I sustaining method under family of implication operator Lλ0λG;
基于蕴涵算子族Lλ0λG的反向α-三I支持算法
2.
Fuzzy reasoning triple I constraint method under family of implication operator Lλ0λG;
基于蕴涵算子族Lλ0λG的模糊推理三I约束算法
3.
Reverse triple I sustaining method under family of implication operator Lλ0λG;
基于蕴涵算子族Lλ0λG的反向三I支持算法
5)  family of implication operators
模糊蕴涵算子族
6)  implication operator
蕴涵算子
1.
United forms of triple I method based on a sort of implication operators;
基于一类蕴涵算子的三I算法的统一形式
2.
Triple I methods based on parametric-implication operators;
基于含参量蕴涵算子的三I算法
3.
Research on implementation algorithm of fuzzy concept lattices based on different implication operator;
基于不同蕴涵算子的模糊概念格建格算法研究
补充资料:蕴涵


蕴涵
implication

  蕴涵(如帅口位价;“Mn几H以找“皿l 一种逻辑运算,用来从两个表示式A和B构造表示式“如果A,那么B”.在形式语言中,最常用的表示蕴涵的符号是“,~或”.表示式A称为AOB的前提(Pn沉n拐e),而表示式B称为结论(co璐叫比nCe).表示式A“B的确切含意在经典的、可构成的和其他一些对语言的语义处理中各不相同.在经典语义的语言中,蕴涵式的含义由如下真假值表(赶址h table)给出: 下号如上所说的这种蕴涵称为实质蕴涵(订么忱对allrr甲玩习.tion)B .E.且四c‘o撰
  
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